İstanbul Technical University Mathematical Engineering Department Seminars

Sufficient Conditions of Optimality for Higher Order Differential Inclusions with Endpoint Constraints
Elimhan N. Mahmudov
İTÜ, Turkey
Özet : In the paper minimization of integral functional in the set of solutions of higher order differential inclusions (PHBV) is studied. Our aim is to derive sufficient conditions of optimality for boundary value problems (PHBV) of s th-order convex and non-convex differential inclusions. The sufficient conditions containing the Euler- Lagrange and Hamiltonian type inclusions as a result of endpoint constraints are accompanied by formulated so-called transversality conditions. Here the basic apparatus of locally adjoint mappings (LAMs) is suggested. An application begins with a concise approach to calculus of variations and as a result is derived the Euler- Poisson equation.
  Tarih : 23.10.2015
  Saat : 15:00
  Yer : Fen-Edebiyat Fakültesi B1-326, 3. Kat
  Dil : English
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